ORIGINS OF TIME MEASUREMENT & UNITS OF TIME
Link to the Book: The Gregorian Universal System and Units of Measurement System (GUSUMS): The Art of Mathematics
This article seeks to illustrate that units and values
of time also originated from the circle. The following texts are directly
quoted from the book by Odhiamno (2024)
“Our current measures might be wrong or not entirely accurate as we base our measurements on objects when they should be based on a concept. For example, we define the second as the time that elapses during 9,192,631,770 or the number of cycles of the radiation produced by the transition between two levels of the cesium-133 atom (BIPM, 2020). If this is the accurate measure of time and how it should be then ancient civilizations that existed thousands of years ago had the necessary equipment and understanding to measure transitions between two cesium-133 atoms and could even get the exact value of 9192,631,770. If they could do that, then our current value and explanation of a second is right but our history would be wrong since it would mean they were more advanced than us since our measures of time greatly borrows from them and they had accurate figures. If they did not have the necessary equipment, knowledge, technology, etc. as history explains we are more advanced than them then maybe there was another that they discovered it. Another example is the speed of light. The speed of light is 299 792 458 m/s or 186,000 miles/sec. Well, the coordinate of the height Great Pyramid in decimal values is also 29.9792458°N or the speed of light! So it is either our history or metrology that is wrong! Furthermore, if ancient civilizations knew about speed and time, then it is possible that they could also be able to calculate other measurements using the same method if there was another method of doing it”
Well, as you are now
familiar with the basis of the Gregorian Universal System & Units of
Measurements Systems (GUSUMS) you can expect that GUSUMS can show exactly how
they did by deriving the concepts and units of time from the Circle &
Sacred Geometry. I have explained on the origins of metrology by explaining how ancient
civilizations were able to draw the circle, and other sacred geometrical shapes
such as the seed, fruit, and tree of life. In addition, I provided evidence of
this dating thousands of years ago. Now, I'm going to illustrate how they
derived the units of time, how we copied them, and why the idea of a second
being associated with the transition of Cesium-133
atoms is just a myth or our attempt at justifying something that we do not
understand.
DERIVING UNITS OF TIME FROM THE CIRCLE
The
above image from the explanation of the origin of metrology explained how
ancient civilizations were able to draw the circle. As earlier explained, they only
needed to tie two sticks together using a rope-like object, then stick the
first stick on the ground, stretch the second rope, and then move around the
stick on the ground to draw a perfect circle. Now if you move to any point
along the drawn circle and repeat the same process, can divide the circle as
follows. I have marked the points to just provide an illustration of the points
in which the subsequent points will meet. Thus, even without the points, you
will still end up with the same divisions
1. Initial
circle
The First Movement
The Second Movement
The Third Movement
The Fourth Movement
The Fifth Movement
The 6th Movement
The
above illustration shows that by drawing subsequent circles, it was possible to
divide the circle into 6 equal parts with a margin of error of zero. This is the seed of life. However, it is
still incomplete, to complete it, one needs to go to the points where the out
circles intersect and draw additional 6 circles as follows;
Note
that the first circle has 6 leaf-like shapes along its circumference. The next
circle then can be formed appears as follows;
The
above circle has 12 leaf-like shapes and the circle that follows has 18
leaf-like shapes around its circumference as shown below;
As we can expect, the shape after the above has 24 leaf-like shapes, followed by 30-leaf-like shapes, then 36, 42, 48, etc.
Explanation
Based
on the above illustrations, the first divisions of the circle are based on
multiples of 6. Since time events represent units of time covered between
events, then the circle can represent units of time. For example, if the first
circle was a day, then it was possible to first divide the units of time in a
day by 6, then by 12, then by 18, then by 24, and so forth. This explains why the
base number of times is 6. For example;
·
6+6 is 12 which is the
number of hours during the day time.
·
6+6+6+6 is 24 which is the
number of hours in a day.
·
Continuing with the same
pattern, 6 * 10 is 60 which is the number of seconds in a minute or the number of
minutes in an hour.
If
we were to divide and continue with the same pattern, at some point we would get to
6*6*100 which is equal to the number of
seconds in an hour. From this, we can conclude that units of time were based on
multiples of 6 as follows;
BASE NUMBER
OF TIME |
MULTIPLIERS |
1 |
1 |
6 |
0.166666667 |
36 |
0.027777778 |
216 |
0.00462963 |
1296 |
0.000771605 |
7776 |
0.000128601 |
46656 |
2.14335E-05 |
279936 |
3.57225E-06 |
1679616 |
5.95374E-07 |
10077696 |
9.9229E-08 |
60466176 |
1.65382E-08 |
With further advancements and an understanding of mathematics, we could subdivide the units of time using other numbers as shown below.
ORIGINAL UNITS |
BASE2 |
BASE3 |
BASE4 |
BASE5 |
BASE6 |
BASE7 |
BASE8 |
BASE9 |
BASE10 |
1 |
0.5 |
0.333333 |
0.25 |
0.2 |
0.166667 |
0.142857 |
0.125 |
0.111111 |
0.1 |
6 |
3 |
2 |
1.5 |
1.2 |
1 |
0.857143 |
0.75 |
0.666667 |
0.6 |
36 |
18 |
12 |
9 |
7.2 |
6 |
5.142857 |
4.5 |
4 |
3.6 |
216 |
108 |
72 |
54 |
43.2 |
36 |
30.85714 |
27 |
24 |
21.6 |
1296 |
648 |
432 |
324 |
259.2 |
216 |
185.1429 |
162 |
144 |
129.6 |
7776 |
3888 |
2592 |
1944 |
1555.2 |
1296 |
1110.857 |
972 |
864 |
777.6 |
46656 |
23328 |
15552 |
11664 |
9331.2 |
7776 |
6665.143 |
5832 |
5184 |
4665.6 |
279936 |
139968 |
93312 |
69984 |
55987.2 |
46656 |
39990.86 |
34992 |
31104 |
27993.6 |
1679616 |
839808 |
559872 |
419904 |
335923.2 |
279936 |
239945.1 |
209952 |
186624 |
167961.6 |
10077696 |
5038848 |
3359232 |
2519424 |
2015539 |
1679616 |
1439671 |
1259712 |
1119744 |
1007770 |
60466176 |
30233088 |
20155392 |
15116544 |
12093235 |
10077696 |
8638025 |
7558272 |
6718464 |
6046618 |
362797056 |
1.81E+08 |
1.21E+08 |
90699264 |
72559411 |
60466176 |
51828151 |
45349632 |
40310784 |
36279706 |
The Cesium-133 Lie
As earlier stated, we define a second as the time that elapses during
9,192,631,770 or the number of cycles of the radiation produced by the
transition between two levels of the cesium-133 atom (BIPM, 2020). However,
this is a lie as the second has got nothing to do with the cesium-133 atom. What we
did is that we just copied the values from the divisions of the circle but
since we could not explain where we got them, we just looked for something to
justify the values. I explained this by stating in Odhiambo (2024) that;
“Our metrology and its systems are wrong
as we are trying to explain concepts that we have never attempted to
understand. This is because our current metrology is based on trying to justify
values instead of trying to understand them. For example, if the speed of light
was 9, then our current approach requires someone to prove that 3 squared is 9,
or that 90 divided by 10 is nine, or that 4 plus 5 is 9! This means we are not
trying to ascertain these values but we are just trying to justify their
correctness or why they exist”.
For example, we literally copy-pasted our units of time from
the Egyptian solar calendar and then made up concepts to justify it. If I
were to extract the content of base nine and convert them to the exact values I
would get the following units of time in a day.
ORIGINAL
DIVISIONS |
DIVIDED BY 9 |
TO UNITS OF
TIME |
INTERPRETATION |
1 |
0.111111111 |
= |
|
6 |
0.666666667 |
= |
|
36 |
4 |
4 |
SEASONS IN
AYEAR |
216 |
24 |
24 |
HOURS IN DAY |
1296 |
144 |
1440 |
MINUTES IN A
DAY |
7776 |
864 |
86400 |
SECONDS IN A
DAY |
46656 |
5184 |
518400 |
MINUTES IN
EGYPTIAN YEAR |
279936 |
31104 |
3110400 |
SECONDS IN THE EGYPTIAN YEAR |
1679616 |
186624 |
= |
|
10077696 |
1119744 |
= |
|
60466176 |
6718464 |
= |
|
362797056 |
40310784 |
= |
|
2176782336 |
241864704 |
With
advancements in mathematics, the Egyptians were able to convert the units of
time by dividing them by other base numbers. For example, the Egyptian solar
calendar had 360 days. Assuming that 60 seconds is equal to 1 minute, 60
minutes is equal to 1 hour, and 24 hours is equal to a day, then an Egyptian
year had 3110400 seconds and 518400 minutes. We literally copy-pasted this as
our day has 24 hours, 1440 minutes, and 86400 hours. The only difference is in units of time past
the day as we differ on the number of days in a week, month, year, and season.
However, these values are still off by about 20 seconds each day and about
0.083333 days each year. This is because we borrowed the values without trying
to improve on them or ascertain their accuracy.
So, we are clueless on why we base our values on base number 9 and we
have patched this cluelessness by introducing concepts such as Cecium-133 or
leap years.
The
goal of any civilization is to improve on the efforts and gains made by the
previous civilizations and not conform to popular beliefs. This is because,
despite previous geniuses possibly being smarter than all of us combined, they
lacked the current technology that we take for granted e.g. Microsoft Excel or
the internet, and yet with this simple technology we can improve the current
values or the original values to a much greater level of accuracy. GUSUMS has
done exactly this by combining the origins of measurements and current
advancements in time measurements to provide more accurate and possibly exact measures of time by utilizing the
concept of linear and circular measurements.
LINEAR MEASUREMENTS OF
TIME
Based
on our current approach, we assume that measures of time are linear. However,
based on the definition of linear measurements, linear measurements should be
based on measurements of points in the same axis. This implies that linear
measurements are based on straight lines. Circular measurements on the other
hand, as described by GUSUMS are measurements of curves or circular objects. So
how can units of time in a day or year be linear when they are based on the
rotation or revolution of Earth? I am going to use the Egyptian solar calendar
to show the difference between linear and circular measurements of time.
From
my explanation of the origin of the units of length, I illustrated that
linear values originated from inscribing a hexagon in a circle with a diameter of
1. Thus, the linear value of such a hexagon will be 3 while its circular
circumference will pi. Based on this linear values should be based on multiple
& multipliers of 3 and their factors. Thus, a linear measurement should
contain values, multiples, multipliers, and factors of 3 as shown in the two
tables below
DIAMETER |
LINEAR BASE NUMBERS-LBN |
LBN MULTIPLIERS |
1 |
3 |
0.333333333 |
2 |
6 |
0.166666667 |
3 |
9 |
0.111111111 |
4 |
12 |
0.083333333 |
5 |
15 |
0.066666667 |
6 |
18 |
0.055555556 |
7 |
21 |
0.047619048 |
8 |
24 |
0.041666667 |
9 |
27 |
0.037037037 |
10 |
30 |
0.033333333 |
11 |
33 |
0.03030303 |
12 |
36 |
0.027777778 |
13 |
39 |
0.025641026 |
14 |
42 |
0.023809524 |
15 |
45 |
0.022222222 |
16 |
48 |
0.020833333 |
17 |
51 |
0.019607843 |
18 |
54 |
0.018518519 |
19 |
57 |
0.01754386 |
20 |
60 |
0.016666667 |
21 |
63 |
0.015873016 |
22 |
66 |
0.015151515 |
23 |
69 |
0.014492754 |
24 |
72 |
0.013888889 |
25 |
75 |
0.013333333 |
26 |
78 |
0.012820513 |
27 |
81 |
0.012345679 |
28 |
84 |
0.011904762 |
29 |
87 |
0.011494253 |
30 |
90 |
0.011111111 |
31 |
93 |
0.010752688 |
32 |
96 |
0.010416667 |
33 |
99 |
0.01010101 |
34 |
102 |
0.009803922 |
35 |
105 |
0.00952381 |
36 |
108 |
0.009259259 |
I can simplify
the above table to the following;
Column1 |
3 |
6 |
9 |
12 |
15 |
18 |
21 |
24 |
27 |
30 |
33 |
36 |
1 |
0.333333 |
0.166667 |
0.111111 |
0.083333 |
0.066667 |
0.055556 |
0.047619 |
0.041667 |
0.037037 |
0.033333 |
0.030303 |
0.027778 |
2 |
0.666667 |
0.333333 |
0.222222 |
0.166667 |
0.133333 |
0.111111 |
0.095238 |
0.083333 |
0.074074 |
0.066667 |
0.060606 |
0.055556 |
3 |
1 |
0.5 |
0.333333 |
0.25 |
0.2 |
0.166667 |
0.142857 |
0.125 |
0.111111 |
0.1 |
0.090909 |
0.083333 |
4 |
1.333333 |
0.666667 |
0.444444 |
0.333333 |
0.266667 |
0.222222 |
0.190476 |
0.166667 |
0.148148 |
0.133333 |
0.121212 |
0.111111 |
5 |
1.666667 |
0.833333 |
0.555556 |
0.416667 |
0.333333 |
0.277778 |
0.238095 |
0.208333 |
0.185185 |
0.166667 |
0.151515 |
0.138889 |
6 |
2 |
1 |
0.666667 |
0.5 |
0.4 |
0.333333 |
0.285714 |
0.25 |
0.222222 |
0.2 |
0.181818 |
0.166667 |
7 |
2.333333 |
1.166667 |
0.777778 |
0.583333 |
0.466667 |
0.388889 |
0.333333 |
0.291667 |
0.259259 |
0.233333 |
0.212121 |
0.194444 |
8 |
2.666667 |
1.333333 |
0.888889 |
0.666667 |
0.533333 |
0.444444 |
0.380952 |
0.333333 |
0.296296 |
0.266667 |
0.242424 |
0.222222 |
9 |
3 |
1.5 |
1 |
0.75 |
0.6 |
0.5 |
0.428571 |
0.375 |
0.333333 |
0.3 |
0.272727 |
0.25 |
10 |
3.333333 |
1.666667 |
1.111111 |
0.833333 |
0.666667 |
0.555556 |
0.47619 |
0.416667 |
0.37037 |
0.333333 |
0.30303 |
0.277778 |
Alternatively,
since linear values are based on the perfect division of the circle so as to
align in the same axis, then they can also be viewed as the multiples and
multipliers of the natural numbers that can divide the circle or 360. The
following are examples of linear values/multiples to expect.
ROTATION MULTIPLES |
ROTATION MULTIPLIERS |
REVOLUTION MULTIPLES |
REVOLUTION MULTIPLIERS |
1 |
1 |
1 |
1 |
2 |
0.5 |
4 |
0.25 |
3 |
0.333333333 |
9 |
0.111111111 |
4 |
0.25 |
16 |
0.0625 |
5 |
0.2 |
25 |
0.04 |
6 |
0.166666667 |
36 |
0.027777778 |
8 |
0.125 |
64 |
0.015625 |
9 |
0.111111111 |
81 |
0.012345679 |
10 |
0.1 |
100 |
0.01 |
12 |
0.083333333 |
144 |
0.006944444 |
15 |
0.066666667 |
225 |
0.004444444 |
18 |
0.055555556 |
324 |
0.00308642 |
20 |
0.05 |
400 |
0.0025 |
24 |
0.041666667 |
576 |
0.001736111 |
30 |
0.033333333 |
900 |
0.001111111 |
36 |
0.027777778 |
1296 |
0.000771605 |
40 |
0.025 |
1600 |
0.000625 |
45 |
0.022222222 |
2025 |
0.000493827 |
60 |
0.016666667 |
3600 |
0.000277778 |
72 |
0.013888889 |
5184 |
0.000192901 |
90 |
0.011111111 |
8100 |
0.000123457 |
120 |
0.008333333 |
14400 |
6.94444E-05 |
180 |
0.005555556 |
32400 |
3.08642E-05 |
360 |
0.002777778 |
129600 |
7.71605E-06 |
Since I have
already done this countless times and written about it, I will cut the chase and go straight to the point. Our calendar is a mixture of
linear and circular values of time while the Egyptian solar calendar is a
perfect example of a linear calendar.
The Egyptian Linear
Calendar
A
perfect example of linear measurements of time is the original Egyptian solar
calendar. The original Egyptian solar calendar had 360 days, 12 months, and 3
seasons. Thus each season had 4 months. Instead of weeks, the Egyptians had decans.
Each month had 3 decans and each decan was 10days. This means that since the decans
represent the week each month then had 3 weeks or 30 days. Thus, the total
number of weeks in a year was 36. The below table shows units of time in each
of the larger time events/time periods starting from a year to a day. Please
refer to the above tables to check if the multiples and multipliers of time
events conform to the expected factors of linear measurements.
Multiples, Multipliers, & Values of Units of Time
in an Egyptian Solar Calendar Year
TIME EVENTS |
YEAR |
SEASONS |
MONTHS |
DECANS |
DAYS |
HOURS |
MINUTES |
SECONDS |
YEAR |
1 |
0.33333333 |
0.08333333 |
0.027777778 |
0.002777778 |
0.000115741 |
1.92901E-06 |
3.21502E-08 |
SEASONS |
3 |
1 |
0.25 |
0.083333333 |
0.008333333 |
0.000347222 |
5.78704E-06 |
9.64506E-08 |
MONTHS |
12 |
4 |
1 |
0.333333333 |
0.033333333 |
0.001388889 |
2.31481E-05 |
3.85802E-07 |
DECANS |
36 |
12 |
3 |
1 |
0.1 |
0.004166667 |
6.94444E-05 |
1.15741E-06 |
DAYS |
360 |
120 |
30 |
10 |
1 |
0.041666667 |
0.000694444 |
1.15741E-05 |
HOURS |
8640 |
2880 |
720 |
240 |
24 |
1 |
0.016666667 |
0.000277778 |
MINUTES |
518400 |
172800 |
43200 |
14400 |
1440 |
60 |
1 |
0.016666667 |
SECONDS |
31104000 |
10368000 |
2592000 |
864000 |
86400 |
3600 |
60 |
1 |
Multiples,
Multipliers, & Values of Units of Time in an Egyptian Solar Calendar Season
TIME EVENTS |
SEASONS |
MONTHS |
DECANS |
DAYS |
HOURS |
MINUTES |
SECONDS |
SEASONS |
1 |
0.25 |
0.08333333 |
0.008333333 |
0.000347222 |
5.78704E-06 |
9.64506E-08 |
MONTHS |
4 |
1 |
0.33333333 |
0.033333333 |
0.001388889 |
2.31481E-05 |
3.85802E-07 |
DECANS |
12 |
3 |
1 |
0.1 |
0.004166667 |
6.94444E-05 |
1.15741E-06 |
DAYS |
120 |
30 |
10 |
1 |
0.041666667 |
0.000694444 |
1.15741E-05 |
HOURS |
2880 |
720 |
240 |
24 |
1 |
0.016666667 |
0.000277778 |
MINUTES |
172800 |
43200 |
14400 |
1440 |
60 |
1 |
0.016666667 |
SECONDS |
10368000 |
2592000 |
864000 |
86400 |
3600 |
60 |
1 |
Multiples,
Multipliers, & Values of Units of Time in an Egyptian Solar Calendar Month
TIME EVENTS |
MONTHS |
DECANS |
DAYS |
HOURS |
MINUTES |
SECONDS |
MONTHS |
1 |
0.33333333 |
0.03333333 |
0.001388889 |
2.31481E-05 |
3.85802E-07 |
DECANS |
3 |
1 |
0.1 |
0.004166667 |
6.94444E-05 |
1.15741E-06 |
DAYS |
30 |
10 |
1 |
0.041666667 |
0.000694444 |
1.15741E-05 |
HOURS |
720 |
240 |
24 |
1 |
0.016666667 |
0.000277778 |
MINUTES |
43200 |
14400 |
1440 |
60 |
1 |
0.016666667 |
SECONDS |
2592000 |
864000 |
86400 |
3600 |
60 |
1 |
Multiples,
Multipliers, & Values of Units of Time in an Egyptian Solar Calendar Decan
TIME EVENTS |
DECANS |
DAYS |
HOURS |
MINUTES |
SECONDS |
DECANS |
1 |
0.1 |
0.00416667 |
6.94444E-05 |
1.15741E-06 |
DAYS |
10 |
1 |
0.04166667 |
0.000694444 |
1.15741E-05 |
HOURS |
240 |
24 |
1 |
0.016666667 |
0.000277778 |
MINUTES |
14400 |
1440 |
60 |
1 |
0.016666667 |
SECONDS |
864000 |
86400 |
3600 |
60 |
1 |
Multiples,
Multipliers, & Values of Units of Time in an Egyptian Solar Calendar Day
TIME EVENTS |
DAYS |
HOURS |
MINUTES |
SECONDS |
DAYS |
1 |
0.04166667 |
0.00069444 |
1.15741E-05 |
HOURS |
24 |
1 |
0.01666667 |
0.000277778 |
MINUTES |
1440 |
60 |
1 |
0.016666667 |
SECONDS |
86400 |
3600 |
60 |
1 |
The
above time events show that the Egyptian solar calendar is a perfect linear
calendar. This is because all time events are based on base numbers that can
perfectly divide the circle. This implies that time was measured as linear and
not circular as all values can be formed based on values resulting from joining
points in a circle where two or more circles intersect. This further justifies
the idea that linear values are based on the perfect division of the circle and
that the base number for linear values is 3.
CIRCULAR MEASUREMENTS OF
TIME
The
key factors in assessing whether units of time are circular are; the GUSUMS PI
rules, the GUSUMS definition of circular measurements, and the base number of
circular units and linear numbers.
Ø Definition
of circular measurements: GUSUMS defines circular measurements as the
measurements of curves or circular concepts or objects. This applies to time
measurements as a day is based on the rotation of the earth which is a circular
measurement and not linear. The same also applies to the year as it is based on
the revolution of the earth or the orbit of the earth around the sun.
Ø Base
Number of circular & linear measurements: As illustrated above, the base
number of linear measurements is 3 as confirmed in the original Egyptian solar
calendar. From the explanation of the origin of length measurements as well as
in the illustration of the origin of pi, I showed that the base number of circular
units is 7. This applies to our units of time as the number of days in a week
is not linear since we introduce 7 which is not a natural number that can
divide the circle.
Ø
PI Rules: The pie rules
can help us identify whether a unit of time is circular or linear. For example,
for circular values, we expect the measures of units of time to either be whole
numbers or contain values that have decimals that contain elements of 0.142857142, 0.285714285, 0.428571428, 0.571428571,
0.714285714, & 0.8571428. For example, in our current measures of time, there are 7 days in a week and 7 is a circular value. This conforms to the pi
rules as the number of days in a week is a whole number while the number of
weeks in a day is 1/7 or 0.14286714285714…….which also indicates a circular measurement.
Converting our Current Units of Time to Circular
Units
TIME PERIOD |
WEEK |
DAYS |
HOURS |
MINUTES |
SECONDS |
WEEK |
1 |
0.142857143 |
0.005952 |
9.92063E-05 |
1.65344E-06 |
DAYS |
7 |
1 |
0.041667 |
0.000694444 |
1.15741E-05 |
HOURS |
168 |
24 |
1 |
0.016666667 |
0.000277778 |
MINUTES |
10080 |
1440 |
60 |
1 |
0.016666667 |
SECONDS |
604800 |
86400 |
3600 |
60 |
1 |
The
table above shows the units of time in a week based on our current measures of
time. Thus, a week can be defined as 7 days, or 168 hours, or 10080 hours, or
604800 seconds. We can also see that a day has 24 hours, 1440 minutes, or 86400
seconds. Most importantly we can also note their multipliers and conversions.
The
units of time in a week are all whole numbers. Thus, even using the current
values, the number of days, hours, minutes, and seconds in a week still conform
to the pi rules as they are whole numbers. However, the units of time in a day
show some form of inconsistency except for the number of weeks in a day. The
number of seconds in a minute, or minutes/seconds in an hour can all be linear
since they are not based on any particular object as they are formed from
mathematical deductions. However, when we get to the day, we introduce the
concept of rotation of the earth which changes everything as the value being
measured is now circular and not linear. In addition, I had also earlier
illustrated that the current conversion of the original value to our current
value was based on dividing the original values or divisions of the circle by 9
which is a linear value and not a circular. Thus, if a day is based on the
rotation of the earth then we should be dividing the original values by 7 and
not 8. If this is indeed true we would get circular values that are close to
the current values.
Identifying the Units to Convert
The
first step to converting the GUSUMS original units of time to our current units of
time is to identify the values that should be converted based on proof of
patterns. For example, we do know that the approximate number of hours in a
week is 168 hours, the number of minutes in a week is 10080 minutes, and there are approximately 604800 seconds. Their respective multipliers are 0.005952
for the hours, 9.92063E-05 for the minutes, and 1.65344E-06 for the seconds.
Based on proof of patterns. We can identify the units of time in a GUSUM week
as shown below from the original GUSUM table.
GUSUM UNITS
OF TIME |
MULTIPLIERS |
INTERPRETATION |
1 |
1 |
|
6 |
0.166666667 |
|
36 |
0.027777778 |
|
216 |
0.00462963 |
|
1296 |
0.000771605 |
|
7776 |
0.000128601 |
|
46656 |
2.14335E-05 |
|
279936 |
3.57225E-06 |
|
1679616 |
5.95374E-07 |
HOURS |
10077696 |
9.9229E-08 |
MINUTES |
60466176 |
1.65382E-08 |
SECONDS |
The above GUSUMS
table shows that;
ü Hours
in a GUSUMS week: The likely value for the units of time in a week in relation
to hours is likely to be 1679616 units
of time (sub-units of hours). This is because
when we divide the value by 10000 we get 167.9616 hours which is close to our
current value of 168 hours. In addition, its multiply which is 5.95374E-07
closely resembles our current multiplier which is 0.005952
for the hour.
ü Minutes
in a GUSUMS week: By proof of pattern, 10077696 is likely to be the number of minutes in a week as when the
value is divided by 1000 results in 10077.696 which is close to our current
value of 10080 minutes in a day. Their multipliers
are also closely related as the multiplier of the GUSUMS units of time of 9.9229E-08 looks similar to our current multiplier
of 9.92063E-05.
ü
Seconds in a GUSUMS week:
The unit of time in a GUSUMS week is 60466176 which is close to our current value of the number of seconds in a
week which is 604800. The current multiplier of seconds
in a week is 1.65344E-06 and the GUSUMS multiplier of seconds in a week is 1.65382E-08.
Thus, based on proof of patterns, GUSUMS has been
able to extract the exact units of time in a week using the circle which proves
that the units of time are based on the circle.
Confirming If a
Day is a Linear or Circular Measurement
The next step is to confirm whether a day is linear
or circular. This requires dividing the units of time in GUSUMS week which is
167.9616 hours, 10077.696 minutes, and 604661.76 seconds by 7 to confirm
whether or not a day is linear or circular. In addition, the values gotten
based on dividing by base number 7 should be close to our current units as our values
are not wrong but just not accurate enough. GUSUMS had hypothesized that using
the original values and dividing by 7, we should get values that are either
whole numbers or contain decimals containing values ending with 0.142857142, 0.285714285, 0.428571428, 0.571428571,
0.714285714, or 0.8571428. Not that since we are dealing with units of time,
the decimals places can appear in the 1000th for the second, 1000th
for the minutes, 10000th for the minutes or in any other place depending
on the units of time used. Regardless of where they appear, there should be
evidence of the pi rules. The table below shows the results.
GUSUMS TIME EVENTS |
GUSUMS WEEK |
GUSUMS DAYS |
GUSUMS HOURS |
GUSUMS MINUTE |
GUSUMS SECONDS |
GUSUMS WEEK |
1 |
0.14285714285714 |
0.00595374180765 |
0.00009922903013 |
0.00000165381717 |
GUSUMS DAYS |
7 |
1.00000000000000 |
0.04167619265356 |
0.00069460321089 |
0.00001157672018 |
GUSUMS HOURS |
167.9616 |
23.99451428571430 |
1.00000000000000 |
0.01666666666667 |
0.00027777777778 |
GUSUMS MINUTE |
10077.696 |
1439.67085714286000 |
60.00000000000000 |
1.00000000000000 |
0.01666666666667 |
GUSUMS SECONDS |
604661.76 |
86380.25142857140000 |
3600.00000000000000 |
60.00000000000000 |
1.00000000000000 |
The above table
validate the GUSUMS hypothesis that a day is circular and not linear by showing
evidence and improvements to our current measurements of time;
1. Exact
Conversion of Hours, Minutes, & Seconds: Without using 60 or 3600 and by
just dividing the values acquired from the GUSUMS table, the mathematical deductions showed
that there are 60 minutes in an hour, 60 seconds in a minute, and 3600 seconds
in an hour. This validates the GUSUSMS time hypothesis by confirming the exact
values and conversions in seconds, minutes, and hours.
2. Hours
in a GUSUMS Day & Week: From the above table, a GUSUMS day is exactly 23.9945142857142857….
hours. The value is an improvement of the current value of 24 hours and the presence of the 0.142857142857…….shows that the value is circular and not
linear. In addition, based on our current approach to time measurements, we
consider a second to be 100 units of time. However, GUSUMS has been able to
measure the value of hours up to 10000 units of time which has never been
achieved before making the number of hours in a GUSUMS day the highest and most
precise measure of time ever achieved. Thus, the sub-units of time in terms of
hours in GUSUM week is 1679616 units of time (sub-units of hours).
3. Minutes
in a GUSUM Day & Week: GUSUMS has also been able to measure the units of
time in terms of minutes up to 1000 units of time, another new record. Thus, a
GUSUMS week has 10077696 units of time which is precise with no decimal places
or need for rounding off meaning if it is indeed true the margin of error in
GUSUMS value is zero. The number of minutes in a GUSUMS week is exactly
10077.696 minutes when divided by 1000 units of time. In a day, the expectation
was that the number of minutes would be circular as a day is based on the
rotation of the earth. GUSUMS has not disappointed as the exact number of
minutes in a day is 1439.670857142857142….. The presence of 0.857142857142857…shows that the measure is
circular and not linear.
4. Seconds in a GUSUMS Day & Week: The exact units
of time in a week is exactly 60466176 units of time. A GUSUMS Day has exactly 86380.25142857140000 . The
value has improved our current values of units of time in a day by identifying
the seconds up to 1000 units of time. In addition, the exact value when
measured against our current values has enhanced the accuracy of units of time
by 138.24 units of time if 1 second is considered to be 100 units of time and
by 1,382.4 units of time if we use 1000 units of time. I made a marginal error
in the book by forgetting to include a decimal place in values of the years. Thus,
GUSUMS values improves the measure of seconds in a day by 1.3824 seconds. This
is an improvement of 504.576 seconds in a 365-day calendar or a difference of
8.4096 minutes or 0.14016 hours.
Link to the Book: The Gregorian Universal System and Units of Measurement System (GUSUMS): The Art of Mathematics
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